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Daily Challenge #76 - Bingo! (or not...)

dev.to staff on September 25, 2019

For this game of BINGO, you will receive a single array of 10 numbers from 1 to 26 as an input. Duplicate numbers within the array are possible. E...

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Xavier Dubois 🇫🇷 • Sep 25 '19 • Edited

PHP Version

/**  
 * Bingo Challenge
 *
 * @param array $input Array of 10 number  
 *
 * @return string  
 */
 function bingo(array $input = []): string  
{  
    // BINGO  
    $winSequence = [2, 9, 14, 7, 15];  

    return ($winSequence === array_intersect($winSequence, $input)) ? 'WIN': 'LOSE';  
}

Amin • Sep 25 '19

Why adding public before the function keyword?

Xavier Dubois 🇫🇷 • Sep 25 '19 • Edited

Force of habit.
I never code in a procedural way, I always have a class, so I declare method visibility ...

It's for sure a Fatal Error in a procedural code.

I'll edit my snippet in consequence

Amin • Sep 25 '19

Okay I though it was a new language feature haha.

I didn't found any use case of this function in PHP before but now I do thanks to your take at the challenge. Well done btw!

jess unrein • Sep 25 '19

Python with typing indicators

def bingo(numbers: list) -> str:
  bingo_set = set([2, 9, 14, 7, 15])
  if bingo_set.issubset(set(numbers)):
    return "WIN"
  else:
    return "LOSE"

assert bingo([21,13,2,7,5,14,7,15,9,10]) == "WIN"
assert bingo([1,2,3,4,5,6,7,8,9,10]) == "LOSE

Sebastian • Sep 27 '19

JavaScript version:

const winSequence = [2, 9, 14, 7, 15];
function bingo(input = []){
 return [...new Set(input)].filter(value => winSequence.includes(value)).length === winSequence.length ? "WIN" : "LOSE";
}

Explanation:
The Set object lets you store unique values of any type.
That is why new Set([1,2,1,3,3,4]) will give a set of 1,2,3,4. Since a set is iterable whe can spread it into an new array, thus creating a new array containing only the unique values of the input array.

const uniqueValues = [...new Set(input)] can be written as follows:

const inputSet = new Set(input);
const uniqueValuesArray = [...inputSet]

The unique input values are then filtered with .filter()checking if each and every value is in the winning sequence using winSequence.includes(value).

This will result in an intersection between the unique values in the input array and the winning sequence. Then if the length of that intersection is the same as the length of the winning sequence, that means a "WIN".

@nobody • Sep 25 '19 • Edited

good ol' Clojure 😏

(ns dailyChallenge.seventySix)

(defn- bingo! [board]
 "don't do a thang if it ain't got that swang. ¯\_(ツ)_/¯"
 (let [BINGO #{2 9 14 7 15}
       reduc_board (set board) 
       contains-all? #(and (doseq [p %1] 
                       (contains? %2 p)))]

  (if (contains-all? BINGO redc_board) "WIN" "LOSE")))

das tests (⌐■_■)

(deftest fair-game? 
  (is (= "WIN" (bingo! [21 13 2 7 5 14 7 15 9 10]))
  (is (= "LOSE" (bingo!(vec (range 1 10)))) ;;just gettin' shwifty with the lists

(run-tests 'dailyChallenge.seventySix)

Vinnie • Sep 27 '19

JS:

const bingo = (nums) => {
    const win = [2, 9, 14, 7, 15];
    return  nums.reduce((acc, num) => {
        if(win.includes(num)) acc.push(num);
        return acc;
    }, []).length > win.length ? 'WIN' : 'LOSE';
}

Amin • Sep 25 '19

Elm

module Bingo exposing (bingo)


belongsTo : List Int -> Int -> Bool
belongsTo integerList integer =
    List.member integer integerList


bingo : List Int -> Bool
bingo input =
    List.all (belongsTo input) [ 2, 9, 14, 7, 15 ]

Eplainations

module Bingo exposing (bingo)

Here we say that we only want the function bingo to be exposed to the outside world.

belongsTo : List Int -> Int -> Bool
belongsTo integerList integer =
    List.member integer integerList

We then define a helper function belongsTo which will not be exposed to the outside world.

It takes two parameters: the first being a list (array) of integers, and the second is an integer. The function will then return a boolean indicating if the integer is indeed part of the integerList thanks to the List.member function.

bingo : List Int -> Bool
bingo integerList =
    List.all (belongsTo integerList) [ 2, 9, 14, 7, 15 ]

Finally, we define our main function bingo which takes a list of integers. The List.all takes a function applied to each one of our BINGO list (which is just the integer representation of that word). If there is no BINGO integer in the integerList, it will return false. List.all expects all applied functions to return True. If only one of them return False (meaning, one of the BINGO integer has not been found in the integerList), it will return false.

Tests

module BingoTest exposing (suite)

import Bingo exposing (bingo)
import Expect exposing (equal)
import Test exposing (Test, describe, test)


suite : Test
suite =
    describe "Basic tests"
        [ test "It should return true when passing a valid array" <|
            \_ ->
                equal True <| bingo [ 21, 13, 2, 7, 5, 14, 7, 15, 9, 10 ]
        , test "It should return false when passing an invalid array" <|
            \_ ->
                equal False <| bingo [ 1, 2, 3, 4, 5, 6, 7, 8, 9, 10 ]
        ]

Try it online.

K.V.Harish • Oct 7 '19

My solution in js

const bingo = (arr) => [2, 9, 14, 7, 15].every((value) => arr.includes(value)) ? 'WIN' : 'LOSE';

Andreas Jakof • Sep 25 '19 • Edited

public string Bingo(byte[] numbers)
{
    List<byte> bingo = new List<byte>{2,7,9,14,15};
    return bingo.All(x => numbers.Contains(x)) ? "WIN" : "LOSE";
}

Wlloa • Sep 25 '19 • Edited

Whit Python


win_condition = set([2,9,14,7,15])
def isBingo(input):
    if win_condition.issubset(set(input)):
        return "WIN"
    return "LOSE"

karthick rajan • Sep 27 '19

Solved with Purescript

bingo :: Set Int -> Boolean
bingo input =
subset (fromFoldable [ 2, 9, 14, 7, 15 ]) (fromFoldable input)